Sentence examples for mathematical problems that from inspiring English sources

In many complex mathematical problems that lead to solving complex problems, an artificial intelligence model could be used.

You can also do some clever tests where subjects try to solve mathematical problems that are very laborious and very boring.

The never-knowingly-undersold Chinese news agency Xinhua is reporting that a team of Chinese scientists has solved Poincaré's Conjecture, one of the longest-outstanding mathematical problems that is also reckoned to be capable of solution.

Efficient numerical solutions are now available for a wide range of mathematical problems that are impossible to tackle by analytical methods.

Towards the end, he recognised the importance of using digital technology in the classroom, and highlighted the role games can play in teaching: "Computer games developed by Marcus Du Sautoy are enabling children to engage with complex mathematical problems that would hitherto have been thought too advanced.

What makes Bell's account not merely charming, but intellectually seductive, are his lively descriptions of mathematical problems that inspired his subjects when they were young, and his breezy assurance that there were still deep and beautiful problems that could be solved by amateurs, boys of fourteen, to be specific.

In this video, Wilkinson explains in layman's terms how Zhang reconceived a mathematical problem that once seemed hopeless.

After the game he admitted to his team-mates his thoughts had been on a mathematical problem that was of more interest to him than the game.

In 1815, the aging former President (who never admitted, publicly, anyway, that he was the father of Hemings's children) wrote a letter in which he wrestled with a matter a "mathematical problem"—that had long vexed him.

He decides to write about a mathematical problem that gained iconic status because of a teasing, 300-year-old note in the margin of a book, but won't seem all that important to non-mathematicians.

Still, the prototype developed by Isaac L. Chaung of I.B.M. and a group of researchers at the University of Calgary is able to solve in one step a mathematical problem that requires repeated cycles in conventional computers.